Archive for History of Exact Sciences

Papers
(The TQCC of Archive for History of Exact Sciences is 2. The table below lists those papers that are above that threshold based on CrossRef citation counts [max. 250 papers]. The publications cover those that have been published in the past four years, i.e., from 2022-08-01 to 2026-08-01.)
ArticleCitations
Einstein–Perrin dilemma on the Brownian motion (Avogadro’s number) resolved?26
Helmholtz and the geometry of color space: gestation and development of Helmholtz’s line element17
Sunrise and sunset times in the Chongxiu-Daming-li revisited14
The 數 Shu (Mathematics): a Qin-dynasty work on bamboo and wooden slips from ancient China—transcription and English translation with commentary7
A terminological history of early elementary particle physics6
Universal mathematics and the new algebra: Maurolico, van Roomen, Descartes5
Hankel’s principle as an anti-Kantian program5
Peacock’s principle as a conservative strategy4
Geographic longitude in Latin Europe during the twelfth and thirteenth centuries4
The Helmholtz legacy in color metrics: Schrödinger’s color theory4
Antonio Signorini and the proto-history of the non-linear theory of elasticity3
How did Zu Chongzhi calculate $$\pi =355/113$$?: a reconstruction of an ancient Chinese algorithm for fractional approximation3
Some remarks on Husserl’s Doppelvortrag3
How to use Kepler’s first and second laws in a geo-heliocentric system? Ask G.B. Riccioli2
Combining electrodynamics with hydrodynamics: the origins and development of magnetohydrodynamics2
Excavated nine-nines rhymes from ancient China: a critical edition of the texts with commentary2
Hipparchus’ Star Catalogues2
Hipparchus’ selenelion and two pairs of lunar eclipses revisited2
Galois’s lost insight: the overlooked brilliance of his last publication2
On Ptolemy’s improvement of the parameters of the latitude models for the superior planets2
Planetary first and last visibility in ancient astronomy: a cross-cultural comparison2
The efflux problem: how hydraulics became divorced from hydrodynamics2
A clockmaker’s mathematics: a technology-based approach to the mathematical works of Jost Bürgi (1552–1632)2
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